activity
19962016
most citedNo embeddings of solenoids into surfaces

14 citations · 37 across the 9 of their papers we have counts for

collaborators

9 papers

math.GT2016

On the skein polynomial for links

Boju Jiang, Jiajun Wang, Hao Zheng

We give characterizations of the skein polynomial for links (as well as Jones and Alexander-Conway polynomials derivable from it), avoiding the usual "smoothing of a crossing" move…

math.GT2014★ 8 cited

On Conway's potential function for colored links

Boju Jiang

The Conway potential function (CPF) for colored links is a convenient version of the multi-variable Alexander-Conway polynomial. We give a skein characterization of CPF, much simpl…

math.GT2006★ 4 cited

On tame embeddings of solenoids into 3-space

Boju Jiang, Shicheng Wang, Hao Zheng +1

Solenoids are ``inverse limits'' of the circle, and the classical knot theory is the theory of tame embeddings of the circle into the 3-space. We give some general study, including…

math.GT2006★ 14 cited

No embeddings of solenoids into surfaces

Boju Jiang, Shicheng Wang, Hao Zheng

A quick proof of Bing's theorem indicated by the title is given. The proof also concludes Gumerov's result on covering degrees of solenoids.

math.DS2005★ 10 cited

A trace formula for the forcing relation of braids

Boju Jiang, Hao Zheng

The forcing relation of braids has been introduced for a 2-dimensional analogue of the Sharkovskii order on periods for maps of the interval. In this paper, by making use of the Ni…

math.GT2005

Embedding infinite cyclic covers of knot spaces into 3-space

Boju Jiang, Yi Ni, Shicheng Wang +1

We say a knot in the 3-sphere has {\it Property } if the infinite cyclic cover of the knot exterior embeds into . Clearly all fibred knots have P…